{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 一、使用LSTM进行回归"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "开始查询数据...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "100%|██████████| 34/34 [00:22<00:00,  1.50it/s]\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>open</th>\n",
       "      <th>close</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>amount</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1990-12-19</td>\n",
       "      <td>96.05</td>\n",
       "      <td>99.98</td>\n",
       "      <td>99.98</td>\n",
       "      <td>95.79</td>\n",
       "      <td>1260.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1990-12-20</td>\n",
       "      <td>104.30</td>\n",
       "      <td>104.39</td>\n",
       "      <td>104.39</td>\n",
       "      <td>99.98</td>\n",
       "      <td>197.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1990-12-21</td>\n",
       "      <td>109.07</td>\n",
       "      <td>109.13</td>\n",
       "      <td>109.13</td>\n",
       "      <td>103.73</td>\n",
       "      <td>28.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1990-12-24</td>\n",
       "      <td>113.57</td>\n",
       "      <td>114.55</td>\n",
       "      <td>114.55</td>\n",
       "      <td>109.13</td>\n",
       "      <td>32.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1990-12-25</td>\n",
       "      <td>120.09</td>\n",
       "      <td>120.25</td>\n",
       "      <td>120.25</td>\n",
       "      <td>114.55</td>\n",
       "      <td>15.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7817</th>\n",
       "      <td>2022-12-30</td>\n",
       "      <td>3084.52</td>\n",
       "      <td>3089.26</td>\n",
       "      <td>3096.31</td>\n",
       "      <td>3082.20</td>\n",
       "      <td>217545344.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7818</th>\n",
       "      <td>2023-01-03</td>\n",
       "      <td>3087.51</td>\n",
       "      <td>3116.51</td>\n",
       "      <td>3119.86</td>\n",
       "      <td>3073.05</td>\n",
       "      <td>281370362.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7819</th>\n",
       "      <td>2023-01-04</td>\n",
       "      <td>3117.57</td>\n",
       "      <td>3123.52</td>\n",
       "      <td>3129.09</td>\n",
       "      <td>3109.45</td>\n",
       "      <td>273313626.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7820</th>\n",
       "      <td>2023-01-05</td>\n",
       "      <td>3132.76</td>\n",
       "      <td>3155.22</td>\n",
       "      <td>3159.43</td>\n",
       "      <td>3130.23</td>\n",
       "      <td>257003018.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7821</th>\n",
       "      <td>2023-01-06</td>\n",
       "      <td>3155.07</td>\n",
       "      <td>3157.64</td>\n",
       "      <td>3170.74</td>\n",
       "      <td>3151.84</td>\n",
       "      <td>257380255.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>7822 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            date     open    close     high      low       amount\n",
       "0     1990-12-19    96.05    99.98    99.98    95.79       1260.0\n",
       "1     1990-12-20   104.30   104.39   104.39    99.98        197.0\n",
       "2     1990-12-21   109.07   109.13   109.13   103.73         28.0\n",
       "3     1990-12-24   113.57   114.55   114.55   109.13         32.0\n",
       "4     1990-12-25   120.09   120.25   120.25   114.55         15.0\n",
       "...          ...      ...      ...      ...      ...          ...\n",
       "7817  2022-12-30  3084.52  3089.26  3096.31  3082.20  217545344.0\n",
       "7818  2023-01-03  3087.51  3116.51  3119.86  3073.05  281370362.0\n",
       "7819  2023-01-04  3117.57  3123.52  3129.09  3109.45  273313626.0\n",
       "7820  2023-01-05  3132.76  3155.22  3159.43  3130.23  257003018.0\n",
       "7821  2023-01-06  3155.07  3157.64  3170.74  3151.84  257380255.0\n",
       "\n",
       "[7822 rows x 6 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "开始分析....\n"
     ]
    },
    {
     "data": {
      "image/png": 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347.237355 \nL 218.236654 346.214549 \nL 218.641932 343.657665 \nL 219.04721 346.798005 \nL 219.452488 328.078354 \nL 220.668321 322.060564 \nL 221.073599 308.364736 \nL 221.478877 310.302204 \nL 221.884154 310.291389 \nL 222.289432 314.659835 \nL 223.505266 329.85378 \nL 223.910544 322.676375 \nL 224.315821 322.964499 \nL 224.721099 313.791861 \nL 225.126377 314.623787 \nL 226.747488 298.389012 \nL 227.558044 285.755644 \nL 227.963322 286.263398 \nL 229.179155 286.400294 \nL 229.584433 278.697023 \nL 229.989711 292.34968 \nL 230.394989 282.269591 \nL 230.800266 283.202277 \nL 232.0161 274.818395 \nL 232.421378 277.969549 \nL 233.231933 289.760265 \nL 233.637211 289.248906 \nL 234.853044 281.941815 \nL 235.258322 297.661626 \nL 235.6636 294.560852 \nL 236.068878 324.891152 \nL 240.526934 407.692655 \nL 241.742767 364.512873 \nL 242.148045 361.109644 \nL 243.363878 355.876916 \nL 243.769156 351.850666 \nL 244.174434 342.764545 \nL 244.579712 350.266033 \nL 244.98499 346.326211 \nL 246.200823 322.337785 \nL 246.606101 321.851659 \nL 247.011379 325.298146 \nL 247.416657 305.580924 \nL 247.821934 302.152461 \nL 249.037768 305.191953 \nL 249.443046 311.739127 \nL 249.848323 320.785683 \nL 250.253601 319.561182 \nL 250.658879 359.54664 \nL 252.27999 318.995838 \nL 252.685268 312.236155 \nL 253.090546 290.624634 \nL 253.495824 304.01071 \nL 254.711657 336.861933 \nL 255.116935 317.60569 \nL 255.522213 327.775812 \nL 256.332768 356.978941 \nL 257.548602 392.336669 \nL 257.95388 395.797575 \nL 258.359157 414.121045 \nL 258.764435 423.711404 \nL 259.169713 408.049182 \nL 260.385547 438.822526 \nL 261.196102 395.095248 \nL 261.60138 401.102311 \nL 262.006658 398.476936 \nL 263.222491 407.476629 \nL 263.627769 406.36379 \nL 264.033047 412.046682 \nL 264.438325 395.437443 \nL 264.843602 401.433605 \nL 266.464714 380.988908 \nL 266.869992 382.929981 \nL 267.275269 379.137869 \nL 267.680547 389.678937 \nL 268.896381 394.569469 \nL 269.301658 378.640841 \nL 269.706936 384.442605 \nL 270.112214 381.284241 \nL 270.517492 374.603776 \nL 271.733325 369.5403 \nL 272.138603 378.738084 \nL 272.543881 372.626656 \nL 272.949159 374.600172 \nL 273.354437 385.393315 \nL 274.57027 382.886811 \nL 274.975548 384.856722 \nL 275.380826 380.383911 \nL 275.786103 366.828497 \nL 278.21777 360.324581 \nL 278.623048 362.708608 \nL 279.028326 354.130241 \nL 280.244159 354.324727 \nL 280.649437 355.491551 \nL 281.054715 353.154298 \nL 281.459993 363.133539 \nL 281.865271 363.810633 \nL 283.081104 361.304129 \nL 283.486382 352.963417 \nL 284.296937 364.005118 \nL 284.702215 383.506227 \nL 285.918049 381.99369 \nL 286.323326 371.701092 \nL 286.728604 375.212378 \nL 287.133882 371.819964 \nL 287.53916 369.612309 \nL 288.754993 346.895247 \nL 289.160271 344.74527 \nL 289.565549 344.035733 \nL 289.970827 345.519519 \nL 290.376105 341.359977 \nL 291.591938 338.849869 \nL 291.997216 332.245017 \nL 292.402494 336.696287 \nL 292.807771 344.925336 \nL 293.213049 345.343058 \nL 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       "<div>\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>date</th>\n",
       "      <th>pre</th>\n",
       "      <th>real</th>\n",
       "      <th>preRise</th>\n",
       "      <th>realRise</th>\n",
       "      <th>isRight</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2022-11-17</td>\n",
       "      <td>2916.531696</td>\n",
       "      <td>3115.430000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2022-11-18</td>\n",
       "      <td>3106.930931</td>\n",
       "      <td>3097.240000</td>\n",
       "      <td>-0.063843</td>\n",
       "      <td>-0.005839</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2022-11-21</td>\n",
       "      <td>3147.569166</td>\n",
       "      <td>3085.040000</td>\n",
       "      <td>0.003129</td>\n",
       "      <td>-0.003939</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2022-11-22</td>\n",
       "      <td>3070.185199</td>\n",
       "      <td>3088.940000</td>\n",
       "      <td>0.020269</td>\n",
       "      <td>0.001264</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2022-11-23</td>\n",
       "      <td>3122.196204</td>\n",
       "      <td>3096.910000</td>\n",
       "      <td>-0.006072</td>\n",
       "      <td>0.002580</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2022-11-24</td>\n",
       "      <td>3046.501428</td>\n",
       "      <td>3089.310000</td>\n",
       "      <td>0.008165</td>\n",
       "      <td>-0.002454</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>2022-11-25</td>\n",
       "      <td>3123.985702</td>\n",
       "      <td>3101.690000</td>\n",
       "      <td>-0.013857</td>\n",
       "      <td>0.004007</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>2022-11-28</td>\n",
       "      <td>3060.515349</td>\n",
       "      <td>3078.550000</td>\n",
       "      <td>0.007188</td>\n",
       "      <td>-0.007460</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>2022-11-29</td>\n",
       "      <td>3153.401434</td>\n",
       "      <td>3149.750000</td>\n",
       "      <td>-0.005858</td>\n",
       "      <td>0.023128</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>2022-11-30</td>\n",
       "      <td>3119.533697</td>\n",
       "      <td>3151.340000</td>\n",
       "      <td>0.001159</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>2022-12-01</td>\n",
       "      <td>3202.593180</td>\n",
       "      <td>3165.469971</td>\n",
       "      <td>-0.010093</td>\n",
       "      <td>0.004484</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>2022-12-02</td>\n",
       "      <td>3154.987650</td>\n",
       "      <td>3156.139893</td>\n",
       "      <td>0.011728</td>\n",
       "      <td>-0.002947</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>2022-12-05</td>\n",
       "      <td>3227.002742</td>\n",
       "      <td>3211.810059</td>\n",
       "      <td>-0.000365</td>\n",
       "      <td>0.017639</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>2022-12-06</td>\n",
       "      <td>3212.777910</td>\n",
       "      <td>3212.530029</td>\n",
       "      <td>0.004730</td>\n",
       "      <td>0.000224</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>2022-12-07</td>\n",
       "      <td>3223.922608</td>\n",
       "      <td>3199.620117</td>\n",
       "      <td>0.000077</td>\n",
       "      <td>-0.004019</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>2022-12-08</td>\n",
       "      <td>3158.525074</td>\n",
       "      <td>3197.350098</td>\n",
       "      <td>0.007595</td>\n",
       "      <td>-0.000709</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>2022-12-09</td>\n",
       "      <td>3179.232831</td>\n",
       "      <td>3206.949951</td>\n",
       "      <td>-0.012143</td>\n",
       "      <td>0.003002</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>2022-12-12</td>\n",
       "      <td>3163.488528</td>\n",
       "      <td>3179.040039</td>\n",
       "      <td>-0.008643</td>\n",
       "      <td>-0.008703</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>2022-12-13</td>\n",
       "      <td>3191.527430</td>\n",
       "      <td>3176.330078</td>\n",
       "      <td>-0.004892</td>\n",
       "      <td>-0.000852</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>2022-12-14</td>\n",
       "      <td>3162.075847</td>\n",
       "      <td>3176.530029</td>\n",
       "      <td>0.004785</td>\n",
       "      <td>0.000063</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>2022-12-15</td>\n",
       "      <td>3187.374437</td>\n",
       "      <td>3168.649902</td>\n",
       "      <td>-0.004550</td>\n",
       "      <td>-0.002481</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>2022-12-16</td>\n",
       "      <td>3140.746419</td>\n",
       "      <td>3167.860107</td>\n",
       "      <td>0.005909</td>\n",
       "      <td>-0.000249</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>2022-12-19</td>\n",
       "      <td>3129.807673</td>\n",
       "      <td>3107.120117</td>\n",
       "      <td>-0.008559</td>\n",
       "      <td>-0.019174</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>2022-12-20</td>\n",
       "      <td>3065.502831</td>\n",
       "      <td>3073.770020</td>\n",
       "      <td>0.007302</td>\n",
       "      <td>-0.010733</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>2022-12-21</td>\n",
       "      <td>3090.724761</td>\n",
       "      <td>3068.409912</td>\n",
       "      <td>-0.002690</td>\n",
       "      <td>-0.001744</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>2022-12-22</td>\n",
       "      <td>3046.676107</td>\n",
       "      <td>3054.429932</td>\n",
       "      <td>0.007272</td>\n",
       "      <td>-0.004556</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>2022-12-23</td>\n",
       "      <td>3037.108089</td>\n",
       "      <td>3045.870117</td>\n",
       "      <td>-0.002539</td>\n",
       "      <td>-0.002802</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>2022-12-26</td>\n",
       "      <td>3012.169916</td>\n",
       "      <td>3065.560059</td>\n",
       "      <td>-0.002877</td>\n",
       "      <td>0.006464</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>2022-12-27</td>\n",
       "      <td>3066.932675</td>\n",
       "      <td>3095.570068</td>\n",
       "      <td>-0.017416</td>\n",
       "      <td>0.009789</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>2022-12-28</td>\n",
       "      <td>3066.438771</td>\n",
       "      <td>3087.399902</td>\n",
       "      <td>-0.009251</td>\n",
       "      <td>-0.002639</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>2022-12-29</td>\n",
       "      <td>3094.716806</td>\n",
       "      <td>3073.699951</td>\n",
       "      <td>-0.006789</td>\n",
       "      <td>-0.004437</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>2022-12-30</td>\n",
       "      <td>3077.735645</td>\n",
       "      <td>3089.260010</td>\n",
       "      <td>0.006838</td>\n",
       "      <td>0.005062</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>2023-01-03</td>\n",
       "      <td>3123.616513</td>\n",
       "      <td>3116.510010</td>\n",
       "      <td>-0.003730</td>\n",
       "      <td>0.008821</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>2023-01-04</td>\n",
       "      <td>3081.416473</td>\n",
       "      <td>3123.520020</td>\n",
       "      <td>0.002280</td>\n",
       "      <td>0.002249</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>2023-01-05</td>\n",
       "      <td>3144.811310</td>\n",
       "      <td>3155.219971</td>\n",
       "      <td>-0.013480</td>\n",
       "      <td>0.010149</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>2023-01-06</td>\n",
       "      <td>3096.478844</td>\n",
       "      <td>3157.639893</td>\n",
       "      <td>-0.003299</td>\n",
       "      <td>0.000767</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          date          pre         real   preRise  realRise  isRight\n",
       "0   2022-11-17  2916.531696  3115.430000  0.000000  0.000000        0\n",
       "1   2022-11-18  3106.930931  3097.240000 -0.063843 -0.005839        1\n",
       "2   2022-11-21  3147.569166  3085.040000  0.003129 -0.003939        0\n",
       "3   2022-11-22  3070.185199  3088.940000  0.020269  0.001264        1\n",
       "4   2022-11-23  3122.196204  3096.910000 -0.006072  0.002580        0\n",
       "5   2022-11-24  3046.501428  3089.310000  0.008165 -0.002454        0\n",
       "6   2022-11-25  3123.985702  3101.690000 -0.013857  0.004007        0\n",
       "7   2022-11-28  3060.515349  3078.550000  0.007188 -0.007460        0\n",
       "8   2022-11-29  3153.401434  3149.750000 -0.005858  0.023128        0\n",
       "9   2022-11-30  3119.533697  3151.340000  0.001159  0.000505        1\n",
       "10  2022-12-01  3202.593180  3165.469971 -0.010093  0.004484        0\n",
       "11  2022-12-02  3154.987650  3156.139893  0.011728 -0.002947        0\n",
       "12  2022-12-05  3227.002742  3211.810059 -0.000365  0.017639        0\n",
       "13  2022-12-06  3212.777910  3212.530029  0.004730  0.000224        1\n",
       "14  2022-12-07  3223.922608  3199.620117  0.000077 -0.004019        0\n",
       "15  2022-12-08  3158.525074  3197.350098  0.007595 -0.000709        0\n",
       "16  2022-12-09  3179.232831  3206.949951 -0.012143  0.003002        0\n",
       "17  2022-12-12  3163.488528  3179.040039 -0.008643 -0.008703        1\n",
       "18  2022-12-13  3191.527430  3176.330078 -0.004892 -0.000852        1\n",
       "19  2022-12-14  3162.075847  3176.530029  0.004785  0.000063        1\n",
       "20  2022-12-15  3187.374437  3168.649902 -0.004550 -0.002481        1\n",
       "21  2022-12-16  3140.746419  3167.860107  0.005909 -0.000249        0\n",
       "22  2022-12-19  3129.807673  3107.120117 -0.008559 -0.019174        1\n",
       "23  2022-12-20  3065.502831  3073.770020  0.007302 -0.010733        0\n",
       "24  2022-12-21  3090.724761  3068.409912 -0.002690 -0.001744        1\n",
       "25  2022-12-22  3046.676107  3054.429932  0.007272 -0.004556        0\n",
       "26  2022-12-23  3037.108089  3045.870117 -0.002539 -0.002802        1\n",
       "27  2022-12-26  3012.169916  3065.560059 -0.002877  0.006464        0\n",
       "28  2022-12-27  3066.932675  3095.570068 -0.017416  0.009789        0\n",
       "29  2022-12-28  3066.438771  3087.399902 -0.009251 -0.002639        1\n",
       "30  2022-12-29  3094.716806  3073.699951 -0.006789 -0.004437        1\n",
       "31  2022-12-30  3077.735645  3089.260010  0.006838  0.005062        1\n",
       "32  2023-01-03  3123.616513  3116.510010 -0.003730  0.008821        0\n",
       "33  2023-01-04  3081.416473  3123.520020  0.002280  0.002249        1\n",
       "34  2023-01-05  3144.811310  3155.219971 -0.013480  0.010149        0\n",
       "35  2023-01-06  3096.478844  3157.639893 -0.003299  0.000767        0"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x800 with 1 Axes>"
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      "text/plain": [
       "<Figure size 600x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from torch import nn\n",
    "import torch\n",
    "import pandas\n",
    "import numpy\n",
    "import matplotlib.pyplot as plt\n",
    "import os\n",
    "import pickle\n",
    "import datetime\n",
    "import time \n",
    "import akshare as ak\n",
    "import seaborn as sns\n",
    "import matplotlib\n",
    "\n",
    "matplotlib.use(\"TkAgg\")  # 大小写无所谓 tkaGg ,TkAgg 都行\n",
    "%matplotlib inline\n",
    "\n",
    "\n",
    "#plt.rcParams[\"font.family\"] = [\"sans-serif\"]  # 用来正常显示中文标签\n",
    "#plt.rcParams[\"font.sans-serif\"] = [\"SimHei\"]  # 用来正常显示中文标签\n",
    "plt.rcParams[\"axes.unicode_minus\"] = False  # 用来正常显示负号\n",
    "\n",
    "\n",
    "DEVICE = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n",
    "RATIO = 1\n",
    "\n",
    "\n",
    "class MyData(object):\n",
    "    def __init__(self, name=\"上证指数\", symbol=\"sh000001\", days4train=30):\n",
    "        self.name = name\n",
    "        self.days4train = days4train\n",
    "        self.symbol = symbol\n",
    "\n",
    "    def loadData(self):\n",
    "        print(\"开始查询数据...\")\n",
    "        start = \"20000101\"\n",
    "        today=datetime.date.today()\n",
    "        today=pandas.to_datetime(today)\n",
    "        end = f\"{today.year}{today.month:0>2}{today.day:0>2}\"\n",
    "        csv_path = os.path.join(\"../csv\", f\"{self.name}.csv\")\n",
    "\n",
    "        if os.path.isfile(csv_path):\n",
    "            df = pandas.read_csv(csv_path, index_col=0, header=0)\n",
    "            last_date=list(df.date)[-1]\n",
    "            today_date=f\"{today.year}-{today.month:0>2}-{today.day:0>2}\"\n",
    "            if last_date!=today_date:\n",
    "                df = ak.stock_zh_index_daily_tx(symbol=self.symbol)\n",
    "\n",
    "        elif \"sh\" in self.symbol or \"sz\" in self.symbol:\n",
    "            df = ak.stock_zh_index_daily_tx(symbol=self.symbol)\n",
    "        else:\n",
    "            df = ak.stock_zh_a_hist(\n",
    "                symbol=self.symbol,\n",
    "                period=\"daily\",\n",
    "                start_date=start,\n",
    "                end_date=end,\n",
    "                adjust=\"qfq\",\n",
    "            )\n",
    "        display(df)\n",
    "        df.to_csv(csv_path, encoding=\"utf_8_sig\")\n",
    "        self.df = df\n",
    "\n",
    "        print(\"开始分析....\")\n",
    "        data = df[\"close\"]\n",
    "        data = numpy.array(data, dtype=\"float32\")\n",
    "        startPoint = data[0]\n",
    "        oneData = [i * RATIO / startPoint for i in data]  # 将数据净值化\n",
    "        self.absData = data\n",
    "        self.data = oneData\n",
    "        self.oneData = oneData\n",
    "        xSet, ySet = [], []\n",
    "        for i in range(len(self.data) - self.days4train):\n",
    "            xSet.append(self.data[i : i + self.days4train])  # 前days4train来推算后1天的\n",
    "            ySet.append(self.data[i + self.days4train])\n",
    "        xSet = numpy.array(xSet, dtype=\"float32\")\n",
    "        ySet = numpy.array(ySet, dtype=\"float32\")\n",
    "        self.xSet = xSet\n",
    "        self.ySet = ySet\n",
    "        self.startPoint = startPoint\n",
    "\n",
    "    def trainData(self):\n",
    "        n = len(self.xSet)\n",
    "        n = int(n * 0.9)\n",
    "        trainX = self.xSet[:n]\n",
    "        trainY = self.ySet[:n]\n",
    "        # 将数据改变形状，RNN 读入的数据维度是 (seq_size, batch_size, feature_size)\n",
    "        trainX = trainX.reshape(-1, 1, self.days4train)\n",
    "        trainY = trainY.reshape(-1, 1, 1)\n",
    "        # 转为pytorch的tensor对象\n",
    "        trainX = torch.from_numpy(trainX)\n",
    "        trainY = torch.from_numpy(trainY)\n",
    "        if torch.cuda.is_available():\n",
    "            trainX = trainX.cuda()  # 把数据放到显卡中\n",
    "            trainY = trainY.cuda()  # 把数据放到显卡中\n",
    "        self.data = [trainX, trainY]\n",
    "\n",
    "    def run(self):\n",
    "        self.loadData()\n",
    "        self.trainData()\n",
    "\n",
    "\n",
    "class LSTM(nn.Module):\n",
    "    \"\"\"\n",
    "    使用LSTM进行回归\n",
    "\n",
    "    参数：\n",
    "    - input_size: feature size\n",
    "    - hidden_size: number of hidden units\n",
    "    - output_size: number of output\n",
    "    - num_layers: layers of LSTM to stack\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self, input_size, hidden_size, output_size=1, num_layers=2):\n",
    "        super().__init__()\n",
    "        self.lstm = nn.LSTM(input_size, hidden_size, num_layers)\n",
    "        self.fc = nn.Linear(hidden_size, output_size)\n",
    "\n",
    "    def forward(self, _x):\n",
    "        x, _ = self.lstm(_x)  # _x is input, size (seq_len, batch, input_size)\n",
    "        s, b, h = x.shape  # x is output, size (seq_len, batch, hidden_size)\n",
    "        x = x.view(s * b, h)\n",
    "        x = self.fc(x)\n",
    "        x = x.view(s, b, -1)  # 把形状改回来\n",
    "        return x\n",
    "\n",
    "\n",
    "def train(data):\n",
    "    \"训练\"\n",
    "    start = time.time()\n",
    "    model = LSTM(data.days4train, 8, output_size=1, num_layers=2)\n",
    "    model.to(DEVICE)\n",
    "    loss_function = nn.MSELoss()\n",
    "    optimizer = torch.optim.Adam(model.parameters(), lr=1e-2)\n",
    "    log = \"\"\n",
    "    losses = []\n",
    "    min_loss = 10086\n",
    "    for i in range(4000):\n",
    "        out = model(data.data[0])\n",
    "        loss = loss_function(out, data.data[1])\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "        optimizer.zero_grad()\n",
    "        losses.append(loss.item())\n",
    "        if min_loss > loss.item():\n",
    "            s = \"Epoch: {}, Loss:{:.5f}\\n\".format(i + 1, loss.item())\n",
    "            log += s\n",
    "            min_loss = loss.item()\n",
    "            torch.save(model.state_dict(), \"myRnn.pt\")\n",
    "            print(s)\n",
    "            with open(f\"log{data.days4train}.txt\", \"w+\", encoding=\"utf-8\") as f:\n",
    "                f.write(log)\n",
    "    plt.plot(losses, \"g\", label=\"loss\")\n",
    "    end = time.time()\n",
    "    print(f\"耗时{end-start}s\")\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "def test(data):\n",
    "    \"测试\"\n",
    "    startPoint = data.startPoint\n",
    "    if torch.cuda.is_available():  # 如果能用cuda就放到显卡中，否则放cpu中\n",
    "        rnnDict = torch.load(\"myRnn.pt\")\n",
    "    else:\n",
    "        rnnDict = torch.load(\"myRnn.pt\", map_location=torch.device(\"cpu\"))\n",
    "    model = LSTM(data.days4train, 8, output_size=1, num_layers=2)\n",
    "    model.load_state_dict(rnnDict)\n",
    "    model = model.eval()  # 转换成测试模式\n",
    "    # 注意这里用的是全集 模型的输出长度会比原数据少切片后再作图\n",
    "    # (seq_size, batch_size, feature_size)\n",
    "    dataset_x = data.xSet.reshape(-1, 1, data.days4train)\n",
    "    dataset_x = torch.from_numpy(dataset_x)\n",
    "    pred_test = model(dataset_x)\n",
    "    pred_test = pred_test.view(-1).data.numpy()\n",
    "    minData = min(data.absData)\n",
    "    maxData = max(data.absData)\n",
    "    pred_test = [i / RATIO * startPoint for i in pred_test]\n",
    "    real = data.absData[data.days4train :]\n",
    "    plt.figure(dpi=300, figsize=(16, 12))\n",
    "    plt.plot(real, \"g\", label=\"真实值\")\n",
    "    plt.plot(pred_test, \"r\", label=\"预测值\")\n",
    "    # plt.plot((len(real)*0.7, len(real)*0.7), (minData, maxData), 'g--')\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "def pre(data):\n",
    "    \"预测\"\n",
    "    date = list(data.df.date)[-1]\n",
    "    startPoint = data.startPoint\n",
    "    if torch.cuda.is_available():\n",
    "        rnnDict = torch.load(\"myRnn.pt\")\n",
    "    else:\n",
    "        rnnDict = torch.load(\"myRnn.pt\", map_location=torch.device(\"cpu\"))\n",
    "    real = data.absData[data.days4train :]\n",
    "    dates=[]\n",
    "    for d in data.df.date:\n",
    "        if isinstance(d,str):\n",
    "            d=f\"{d[:4]}-{d[4:8]}-{d[8:]}\"\n",
    "        dates.append(d)\n",
    "    dates = [pandas.to_datetime(d) for d in dates]\n",
    "    model = LSTM(data.days4train, 8, output_size=1, num_layers=2)\n",
    "    model.load_state_dict(rnnDict)\n",
    "    lastDays = data.oneData[-data.days4train :]\n",
    "    lastDays = numpy.array(lastDays, dtype=\"float32\")\n",
    "    data.xSet = numpy.append(data.xSet, lastDays)\n",
    "    dataset_x = data.xSet.reshape(-1, 1, data.days4train)\n",
    "    dataset_x = torch.from_numpy(dataset_x)\n",
    "    pred = model(dataset_x)\n",
    "    pred = pred.view(-1).data.numpy()\n",
    "    minData = min(data.absData)\n",
    "    maxData = max(data.absData)\n",
    "\n",
    "    pred = [i / RATIO * startPoint for i in pred]\n",
    "    nextDay = pred[-1]\n",
    "    today = data.absData[-1]\n",
    "\n",
    "    path = os.getcwd()\n",
    "    checkPath = '../csv/checkdata.csv'\n",
    "    if os.path.isfile(checkPath):\n",
    "        checkData = pandas.read_csv(checkPath)\n",
    "        checkData={key:list(checkData[key]) for key in checkData.columns[1:]}\n",
    "    else:\n",
    "        checkData = {\n",
    "            \"date\": [],\n",
    "            \"pre\": [],\n",
    "            \"real\": [],\n",
    "            \"preRise\": [],\n",
    "            \"realRise\": [],\n",
    "            \"isRight\": [],\n",
    "        }\n",
    "    # 存放数据\n",
    "    check_dates=[pandas.to_datetime(date) for date in checkData[\"date\"]]\n",
    "    date=pandas.to_datetime(date)\n",
    "    if date in check_dates:\n",
    "        i = check_dates.index(date)\n",
    "        checkData[\"pre\"][i] = nextDay\n",
    "        checkData[\"real\"][i] = today\n",
    "    else:\n",
    "        date=f\"{date.year}-{date.month:0>2}-{date.day:0>2}\"\n",
    "        checkData[\"date\"].append(date)\n",
    "        checkData[\"pre\"].append(nextDay)\n",
    "        checkData[\"real\"].append(today)\n",
    "        checkData[\"preRise\"].append(0)\n",
    "        checkData[\"realRise\"].append(0)\n",
    "        checkData[\"isRight\"].append(0)\n",
    "    # 计算是否预测成功    \n",
    "    for i in range(len(checkData['date'])-1):\n",
    "        j=i+1\n",
    "        preRise=checkData[\"pre\"][i]/checkData[\"real\"][i]-1\n",
    "        realRise=checkData[\"real\"][j]/checkData[\"real\"][i]-1\n",
    "        checkData[\"preRise\"][j]=preRise\n",
    "        checkData[\"realRise\"][j]=realRise\n",
    "        if (preRise>=0 and realRise>=0):\n",
    "            checkData[\"isRight\"][j]=1\n",
    "        elif (preRise<0 and realRise<0):\n",
    "            checkData[\"isRight\"][j]=1\n",
    "        else:\n",
    "            checkData[\"isRight\"][j]=0\n",
    "            \n",
    "    plt.figure(dpi=300, figsize=(12, 9))\n",
    "    n = 1000\n",
    "    d = {\"x\": dates[-n:], \"y\": real[-n:]}\n",
    "    plt.plot(\"x\", \"y\", \"g\", data=d, label=\"真实值\")\n",
    "    next_date = dates[-1] + pandas.Timedelta(days=1)\n",
    "    d = {\"x\": dates[-n-1:-1], \"y\": pred[-n-1:-1]}\n",
    "    plt.plot(\"x\", \"y\", \"r\", data=d, label=\"预测值\")\n",
    "    plt.legend(loc=\"best\")\n",
    "    color = \"red\" if nextDay > today else \"green\"\n",
    "    plt.title(\n",
    "        f\"{data.name}基于深度学习的预测曲线\\n{date}日预测明日收盘价可能是{nextDay:.2f}\",\n",
    "        color=color,\n",
    "        fontsize=\"large\",\n",
    "        fontweight=\"bold\",\n",
    "    )\n",
    "    plt.savefig(\"todayPre.png\")\n",
    "    plt.show()\n",
    "    return checkData\n",
    "\n",
    "\n",
    "def showIsright(checkData):\n",
    "    \"显示预测正确与否\"\n",
    "    n=len(checkData['date'])\n",
    "    for key in checkData:\n",
    "        checkData[key]=checkData[key][:n]\n",
    "    df=pandas.DataFrame(checkData)\n",
    "    display(df)\n",
    "    df.to_csv('../csv/checkdata.csv',encoding=\"utf_8_sig\")\n",
    "    data={\n",
    "        \"预测值\":checkData[\"preRise\"][:-1],\n",
    "        \"真实值\":checkData[\"realRise\"][1:],\n",
    "    }\n",
    "    \n",
    "    df=pandas.DataFrame(data)\n",
    "    df.index=[pandas.to_datetime(date) for date in checkData['date'][1:]]\n",
    "    fig = sns.lineplot(data=df)\n",
    "    fig.get_figure().set_figwidth(15)  # 设置宽度\n",
    "    fig.get_figure().set_figheight(8)  # 设置高度\n",
    "    plt.title(f\"预测涨跌幅与真实值曲线\")\n",
    "    plt.savefig(\"check.png\")\n",
    "    plt.show()\n",
    "\n",
    "        \n",
    "    labels = [\"成功\", \"失败\"]\n",
    "    right = sum(checkData[\"isRight\"][1:])\n",
    "    n = len(checkData[\"isRight\"][1:])\n",
    "    sizes = [right / n, (n - right) / n]\n",
    "    explode = (0.1, 0)\n",
    "    plt.pie(\n",
    "        sizes,\n",
    "        explode=explode,\n",
    "        labels=labels,\n",
    "        autopct=\"%1.1f%%\",\n",
    "        shadow=False,\n",
    "        startangle=150,\n",
    "        normalize=False,\n",
    "    )\n",
    "    plt.gcf().set_size_inches(6, 6)\n",
    "    plt.title(\"涨跌正确率分布\")\n",
    "    plt.savefig(\"ratio.png\")\n",
    "    plt.show()\n",
    "\n",
    "\n",
    "if __name__ == \"__main__\":\n",
    "    data = MyData(name=\"上证指数\", days4train=30)\n",
    "    data.run()\n",
    "    # train(data)\n",
    "    # test(data)\n",
    "    checkData = pre(data)\n",
    "    showIsright(checkData)\n",
    "    \n",
    "    \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>日期</th>\n",
       "      <th>开盘</th>\n",
       "      <th>收盘</th>\n",
       "      <th>最高</th>\n",
       "      <th>最低</th>\n",
       "      <th>成交量</th>\n",
       "      <th>成交额</th>\n",
       "      <th>振幅</th>\n",
       "      <th>涨跌幅</th>\n",
       "      <th>涨跌额</th>\n",
       "      <th>换手率</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2000-03-09</td>\n",
       "      <td>12.78</td>\n",
       "      <td>14.33</td>\n",
       "      <td>15.52</td>\n",
       "      <td>12.78</td>\n",
       "      <td>554364</td>\n",
       "      <td>1.368844e+09</td>\n",
       "      <td>220.97</td>\n",
       "      <td>1055.65</td>\n",
       "      <td>13.09</td>\n",
       "      <td>69.30</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2000-03-10</td>\n",
       "      <td>13.88</td>\n",
       "      <td>12.47</td>\n",
       "      <td>13.90</td>\n",
       "      <td>12.37</td>\n",
       "      <td>192228</td>\n",
       "      <td>4.580979e+08</td>\n",
       "      <td>10.68</td>\n",
       "      <td>-12.98</td>\n",
       "      <td>-1.86</td>\n",
       "      <td>24.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2000-03-13</td>\n",
       "      <td>12.31</td>\n",
       "      <td>11.93</td>\n",
       "      <td>12.32</td>\n",
       "      <td>11.69</td>\n",
       "      <td>69843</td>\n",
       "      <td>1.554156e+08</td>\n",
       "      <td>5.05</td>\n",
       "      <td>-4.33</td>\n",
       "      <td>-0.54</td>\n",
       "      <td>8.73</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2000-03-14</td>\n",
       "      <td>11.69</td>\n",
       "      <td>11.85</td>\n",
       "      <td>12.28</td>\n",
       "      <td>10.36</td>\n",
       "      <td>84776</td>\n",
       "      <td>1.812409e+08</td>\n",
       "      <td>16.09</td>\n",
       "      <td>-0.67</td>\n",
       "      <td>-0.08</td>\n",
       "      <td>10.60</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2000-03-15</td>\n",
       "      <td>11.51</td>\n",
       "      <td>11.44</td>\n",
       "      <td>12.16</td>\n",
       "      <td>11.36</td>\n",
       "      <td>35902</td>\n",
       "      <td>7.898122e+07</td>\n",
       "      <td>6.75</td>\n",
       "      <td>-3.46</td>\n",
       "      <td>-0.41</td>\n",
       "      <td>4.49</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5263</th>\n",
       "      <td>2023-01-03</td>\n",
       "      <td>47.25</td>\n",
       "      <td>49.11</td>\n",
       "      <td>49.53</td>\n",
       "      <td>46.96</td>\n",
       "      <td>166873</td>\n",
       "      <td>8.142611e+08</td>\n",
       "      <td>5.49</td>\n",
       "      <td>4.91</td>\n",
       "      <td>2.30</td>\n",
       "      <td>1.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5264</th>\n",
       "      <td>2023-01-04</td>\n",
       "      <td>49.08</td>\n",
       "      <td>49.56</td>\n",
       "      <td>50.20</td>\n",
       "      <td>48.62</td>\n",
       "      <td>90532</td>\n",
       "      <td>4.472303e+08</td>\n",
       "      <td>3.22</td>\n",
       "      <td>0.92</td>\n",
       "      <td>0.45</td>\n",
       "      <td>0.93</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5265</th>\n",
       "      <td>2023-01-05</td>\n",
       "      <td>49.56</td>\n",
       "      <td>49.22</td>\n",
       "      <td>50.28</td>\n",
       "      <td>49.07</td>\n",
       "      <td>97897</td>\n",
       "      <td>4.855411e+08</td>\n",
       "      <td>2.44</td>\n",
       "      <td>-0.69</td>\n",
       "      <td>-0.34</td>\n",
       "      <td>1.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5266</th>\n",
       "      <td>2023-01-06</td>\n",
       "      <td>48.75</td>\n",
       "      <td>47.15</td>\n",
       "      <td>48.97</td>\n",
       "      <td>46.80</td>\n",
       "      <td>146395</td>\n",
       "      <td>6.967130e+08</td>\n",
       "      <td>4.41</td>\n",
       "      <td>-4.21</td>\n",
       "      <td>-2.07</td>\n",
       "      <td>1.50</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5267</th>\n",
       "      <td>2023-01-09</td>\n",
       "      <td>47.30</td>\n",
       "      <td>47.90</td>\n",
       "      <td>48.09</td>\n",
       "      <td>46.95</td>\n",
       "      <td>11481</td>\n",
       "      <td>5.465900e+07</td>\n",
       "      <td>2.42</td>\n",
       "      <td>1.59</td>\n",
       "      <td>0.75</td>\n",
       "      <td>0.12</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5268 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "              日期     开盘     收盘     最高     最低     成交量           成交额      振幅  \\\n",
       "0     2000-03-09  12.78  14.33  15.52  12.78  554364  1.368844e+09  220.97   \n",
       "1     2000-03-10  13.88  12.47  13.90  12.37  192228  4.580979e+08   10.68   \n",
       "2     2000-03-13  12.31  11.93  12.32  11.69   69843  1.554156e+08    5.05   \n",
       "3     2000-03-14  11.69  11.85  12.28  10.36   84776  1.812409e+08   16.09   \n",
       "4     2000-03-15  11.51  11.44  12.16  11.36   35902  7.898122e+07    6.75   \n",
       "...          ...    ...    ...    ...    ...     ...           ...     ...   \n",
       "5263  2023-01-03  47.25  49.11  49.53  46.96  166873  8.142611e+08    5.49   \n",
       "5264  2023-01-04  49.08  49.56  50.20  48.62   90532  4.472303e+08    3.22   \n",
       "5265  2023-01-05  49.56  49.22  50.28  49.07   97897  4.855411e+08    2.44   \n",
       "5266  2023-01-06  48.75  47.15  48.97  46.80  146395  6.967130e+08    4.41   \n",
       "5267  2023-01-09  47.30  47.90  48.09  46.95   11481  5.465900e+07    2.42   \n",
       "\n",
       "          涨跌幅    涨跌额    换手率  \n",
       "0     1055.65  13.09  69.30  \n",
       "1      -12.98  -1.86  24.03  \n",
       "2       -4.33  -0.54   8.73  \n",
       "3       -0.67  -0.08  10.60  \n",
       "4       -3.46  -0.41   4.49  \n",
       "...       ...    ...    ...  \n",
       "5263     4.91   2.30   1.71  \n",
       "5264     0.92   0.45   0.93  \n",
       "5265    -0.69  -0.34   1.00  \n",
       "5266    -4.21  -2.07   1.50  \n",
       "5267     1.59   0.75   0.12  \n",
       "\n",
       "[5268 rows x 11 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import akshare as ak\n",
    "\n",
    "\n",
    "def new_func():\n",
    "    start = \"20000101\"\n",
    "    localTime = time.localtime()\n",
    "    end = f\"{localTime[0]}{localTime[1]:0>2}{localTime[2]:0>2}\"\n",
    "    df = ak.stock_zh_a_hist(\n",
    "        symbol=\"000999\", period=\"daily\", start_date=start, end_date=end, adjust=\"qfq\"\n",
    "    )\n",
    "    return df\n",
    "\n",
    "\n",
    "df = new_func()\n",
    "df\n"
   ]
  }
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